An Empirical Test of Harrod’s Model

@article{Orlando2021AnET,
  title={An Empirical Test of Harrod’s Model},
  author={Giuseppe Orlando and Fabio Della Rossa},
  journal={Nonlinearities in Economics},
  year={2021}
}
After having illustrated in Chap. 13 the Harrod’s model and a chaotic specification of it, in this Chapter we are going to prove that (1) real data could be obtained by a suitable calibration of model’s parameters, (2) the calibrated model confirms theoretical predictions (Orlando and Della Rossa, Mathematics 7(6):524, 2019). 

References

SHOWING 1-10 OF 34 REFERENCES
A Mathematical Approach to Harrod's Open Economy Dynamics
This paper investigates an open economy dynamic model in the Harrod tradition. Its goal is to check if in accordance with Harrod's thought, opening to foreign trade is able to reduce the cyclical
Dynamic complexity in a Keynesian growth-cycle model involving Harrod's instability
This paper develops a Keynesian macrodynamic model, where some recent reinterpretations of Harrod's dynamics are embodied. Its main purpose is to prove that Harrod's “instability principle” may give
An Empirical Test on Harrod’s Open Economy Dynamics
This paper has the objective to empirically test Harrod’s explanations of economic dynamics addressing both growth and business cycles. In particular we test Harrod’s speculation that opening the
The making of Harrod's dynamics
Foreword and Acknowledgements Preface Introduction: the Puzzling Case of Harrod's Dynamics Imperfect Competition and the Possibility of Trade Cycle Theorising Prices, Saving and Investment in an
Chaotic Business Cycles within a Kaldor-Kalecki Framework
This chapter, after providing some background on business cycles, Kaldor’s original model and related literature, presents an original specification Orlando (Math Comput Simul 125:83–98, 2016) which
Global Existence of Periodic Solutions in a Delayed Kaldor-Kalecki Model
This paper is concerned with a delayed Kaldor-Kalecki non-linear business cycle model in income. By applying a global Hopf bifurcation result due to Wu, the global existence of periodic solutions is
The Trouble with Harrod: The Fundamental Instability of the Warranted Rate in the Light of the Sraffian Supermultiplier
The paper argues that Harrodian instability is an instance of what Hicks in his book Capital and Growth (1965) called static instability, related to the direction (and not to the intensity) of the
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